liouville's theorem
Liouville's theorem is a mathematical principle stating that if a function is both harmonic (satisfies Laplace's equation) and bounded in a certain region, then it must be a constant throughout that entire region.
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Liouville's theorem is a mathematical principle stating that if a function is both harmonic (satisfies Laplace's equation) and bounded in a certain region, then it must be a constant throughout that entire region.
Requires login.